Converting Piecewise to Heaviside - Calculus 1

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CORRECTION: First domain should say x less than -1, not greater than.
Wanted to show you an awesome shortcut for writing a piecewise function as a heaviside. I use this in all my math courses and have never gotten a question wrong using this method! Super useful trick!

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BEST VIDEO EXPLAINING HOW TO CONVERT PIECEWISE INTO HEAVISIDE

nikunjpatel

3 years later and Drew, sir you are amazing. Thank you so much, you are a life saver!!!

joshuacarter

Thank you so much for this video. It's short, and it perfectly explained the concept. I was having so much trouble trying to read my textbook and understand how they were getting from one to the other but in 5 minutes it made perfect sense how to convert them.

Lizzyrose

I have looked into this topic before. This video is the best explanation. Thank you for uploading this.

JH-KU

Very nice video! This is my first time hearing about the h(x) function but I see how it works.

adamszava

This was a great video! Honestly!
Just one question, i'm a little confused on the piecewise function you used, aren't all the parts of it (1st part, 2nd part, 3rd part) in the first domain of -1<x. For example if -1<x<3, that is also in -1<x.
Would love if you could explain this to me!

Edit: lol, it took me this long to see the description box and realize you knew about it lol. But this is an awesome shortcut and the process really makes sense! Thanks Drew! (you got a like!)

amirhamadache

Thank you! It's really helpful with my homework!

zkar_.pip-install

taking math 117 rn and was confused. thank u so much

aaaaa-gnme

This video saves my ass lol. Thank you so much for the infos! Love from a desperate college student who's gonna have an exam in a few days

shuysnoopy

You’re videos are really helping me understand some of these concepts, I appreciate you uploading these. Do you know if there are any videos similar to yours that cover concepts from Mechanics 1 and Chemistry for engineers?

rep

In your definition of f, you wrote f(x)=x^2+5 for x>-1, it must be x<-1.
Keep going Drew.

HappyPets_HQ

Thanks! It really helps me with my upcoming exams...
But what about if there are 4 conditions or more? How do you approach it?

stfsammuel

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